wave function of double Slit experiment

This post is under construction

For example, if the (one dimensional) position of a particle consisted of a normal statistical distribution with a mean position of 0m and a variance of 1 at time t = 0, it’s wave function would be:

So, applying this to the twin slit experiment:

if

and

then:

ne of the major ramifications of the statistical interpretation is that it can be (and is) used as a mathematical model of particles at the subatomic level. Thus, the mathematical manipulation of particles is possible, much like in the classical domain. For example, classically:

Then, by using operators (which manipulate a wave function to produce a probability distribution of a particular aspect of the particle), a statistical equivalent is developed:

Advantages of the Statistical Ensemble Interpretation

The Statistical Model has the added advantage of being able to avoid any ‘half dead, half alive’ cat states.
The question about what state the cat is in – has been asked so many times, that people take for granted that it is a valid question.
While the question may be valid, QM never provided any means for answering the question.
If we go with the statistical ensemble interpretation, the only things we can ask about the state of the system – are the probabilities of the various OUTCOMES. Outcomes implies measurement. Hence,

 

Check out also – Problems In Advanced Math and Physics and Rare Finds in Special and General Relativity

Cloud Advisory Services | Security Advisory Services | Data Science Advisory and Research

Specializing in high volume web and cloud application architecture, Anuj Varma’s customer base includes Fortune 100 companies (dell.com, British Petroleum, Schlumberger).

All content on this site is original and owned by AdverSite Web Holdings, Inc. – the parent company of anujvarma.com. No part of it may be reproduced without EXPLICIT consent from the owner of the content.

Anuj Varma – who has written posts on Anuj Varma, Technology Architect.


Leave a Reply

Your email address will not be published. Required fields are marked *